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IXO and strong gravity Measuring the black hole spin

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IXO and strong gravity Measuring the black hole spin. Giorgio Matt (Dipartimento di Fisica ‘Edoardo Amaldi ’, Università degli Studi Roma Tre). The importance of spin measurements. Why is important to know the BH spin distributions?. - PowerPoint PPT Presentation
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IXO IXO and strong gravity and strong gravity Measuring the black hole spin Measuring the black hole spin Giorgio Giorgio Matt Matt (Dipartimento di Fisica ‘Edoardo Amaldi’, (Dipartimento di Fisica ‘Edoardo Amaldi’, Università degli Studi Roma Tre) Università degli Studi Roma Tre)
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Page 1: IXO and strong gravity Measuring the black hole spin

IXOIXO and strong gravityand strong gravity Measuring the black hole Measuring the black hole spinspin

GiorgioGiorgio MattMatt (Dipartimento di Fisica ‘Edoardo Amaldi’, (Dipartimento di Fisica ‘Edoardo Amaldi’, Università degli Studi Roma Tre) Università degli Studi Roma Tre)

Page 2: IXO and strong gravity Measuring the black hole spin

The importance of spin The importance of spin measurements measurements

Why is important to know the BH spin distributions?

In AGN, it can discriminate between

different growth histories (spin is mainly acquired during the SMBH

evolution)

In GBHS, it tells us about the origin of

the BH (spin is mainly pristine)

Berti & Volonteri 2008

Page 3: IXO and strong gravity Measuring the black hole spin

Accretion discsAccretion discs

We can assume that the inner disc radius

corresponds to the innermost stable circular

orbit (ISCO)

The ISCO depends on the BH spin and on whether the

disc is co- or counter-rotating with the BH

NB: a≤0.998, RISCO=1.237 (Thorne 1973)

Let us assume a geometrically thin, optically thick accretion disc. Matter rotates in (quasi) circular orbits (i.e. Vφ >> Vr ) with

Keplerian velocities.

Page 4: IXO and strong gravity Measuring the black hole spin

Techniques Techniques

(Iron) line spectroscopy (GBH, AGN)

Continuum spectroscopy (GBH)

Timing (GBH, AGN)

Polarimetry (GBH, AGN)

NB: All these techniques are (mainly) based on the dependence of ISCO (in units of the

gravitational radius) on spin

Page 5: IXO and strong gravity Measuring the black hole spin

Why IXO Why IXO

Large collecting area !!!!!!

All different techniques can be applied thanks to:

Broad band (0.3-40 keV)

Moderate to high spectral resolution

High count rates detector

Polarimetry

Page 6: IXO and strong gravity Measuring the black hole spin

X-ray emissionX-ray emissionThe standard explanation for the hard X-ray emission in AGN and GBHS is Comptonization of disc photons by hot

(T=100-200 keV) electrons in a corona (e.g. Haardt & Maraschi 1991). The resulting spectrum is, in the first approximation, a power low with a high energy cutoff.

In GBHS, the thermal component is also in the X-ray band, extending up to several keV when in soft state.

UV/soft X

Page 7: IXO and strong gravity Measuring the black hole spin

X-ray emissionX-ray emissionThe standard explanation for the hard X-ray emission in AGN and GBHS is Comptonization of disc photons by hot

(T=100-200 keV) electrons in a corona (e.g. Haardt & Maraschi 1991). The resulting spectrum is, in the first approximation, a power low with a high energy cutoff.

In GBHS, the thermal component is also in the X-ray band, extending up to several keV when in soft state.

Page 8: IXO and strong gravity Measuring the black hole spin

Line Line profilesprofiles

(Fabian et al. 2000)

SR and GR effectsmodify the line profilein a characteristic and well-recognizable way

Advantages of the method are:

Intrinsic emission is known

Independent of the black hole

mass (radius is measured in

units of the gravitational radius)

a=1

a=0

Page 9: IXO and strong gravity Measuring the black hole spin

ObservationObservationss

MCG-6-30-15

ASCA (Tanaka et al. 1995)

BeppoSAX (Guainazzi et al. 1999)

XMM-Newton (Wilms et al. 2001)

Rin <6, a>0 !!!

Rin > 6

Page 10: IXO and strong gravity Measuring the black hole spin

Is MCG-6-30-15 unique ?Is MCG-6-30-15 unique ?

(Fabian et al. 2009)

1H 0707-495

Iron L line

Page 11: IXO and strong gravity Measuring the black hole spin

SWIFT J1247 (Miniutti et al. 2010)

Fairall 9 (Schmoll et al. 2010)

NB: results obtained by fitting simulateneously

the line and the reflection continuum

Page 12: IXO and strong gravity Measuring the black hole spin

ObservationObservations:s:

GBHCGBHC

XTE 1650-500(Miniutti et al. 2003)

GRS 1915-105(Martocchia et al.

2002)

GX 339-4(Miller et al. 2004)

Page 13: IXO and strong gravity Measuring the black hole spin

ObservationObservations:s:

GBHCGBHC

Miller et al. 2009

(see also Ng et al. 2010 andMiller et al. 2010)

Page 14: IXO and strong gravity Measuring the black hole spin

Continuum spectroscopyContinuum spectroscopy

R

RISCO

Much work by McClintock, Narayan et al.

Fitting the disc thermal emission provides a measurement of ISCO.

Requires:a) Spectrum dominated by thermal emission (soft state)

b) A very good modelling of the emissionc) Accurate values of M, i, D

Page 15: IXO and strong gravity Measuring the black hole spin

R/M(G/c2)

0.10

0

0.05

a* = 0.98

a* = 0.9

a* = 0.7

a* = 0

dF/d

(lnR

)

Strong dependence on RISCO and

thence on the spin

Page 16: IXO and strong gravity Measuring the black hole spin

Spin Results to DateSpin Results to Date

McClintock et al. (2011)

Page 17: IXO and strong gravity Measuring the black hole spin

Different methods give different results…Different methods give different results…

Thermal continuum method

Disk reflection method

Miller et al. (2009)

(but recently the results of the two methods on J1550 have been

reconciled by Steiner et al. 2010)

Page 18: IXO and strong gravity Measuring the black hole spin

QPOsQPOs

Page 19: IXO and strong gravity Measuring the black hole spin

Stella & Vietri 1998+

Zhang et al. 1998

The mass of the black holeis needed to derive the spin

Page 20: IXO and strong gravity Measuring the black hole spin

Orbiting spotsOrbiting spots

Courtesy of M. Dovciak

From time resolved spectroscopy it is possible to derive the radius both in units of the BH mass and

in standard units BH mass (and l.l. to the spin)

Page 21: IXO and strong gravity Measuring the black hole spin

Orbiting spotsOrbiting spots

Dovciak et al. 2008

Page 22: IXO and strong gravity Measuring the black hole spin

Iwasawa et al. (2004) find in the XMM-Newton data of NGC 3516 evidence for a possible 25 ks periodicity of

one of these features.

Observations: NGC 3516Observations: NGC 3516

The derived BH mass is

1-5 x 107

solar masses

consistent with other estimates

Page 23: IXO and strong gravity Measuring the black hole spin

Strong gravity effects on Strong gravity effects on polarizationpolarization

General and Special Relativity significantly modifies the polarization properties of the radiation.

In particular, the Polarization Angle (PA) as seen at infinity is rotated due to aberration (SR) and light bending (GR) effects (e.g.

Connors & Stark 1977; Pineault 1977). The rotation is larger for smaller radii and higher inclination angles

(Connors, Stark & Piran 1980)

Newtonian- - - - - - - - - - - - - - - - - - - - - - -

Orbiting spot with:a=0.998; R=11.1 Rg

i=75.5 deg

(Phase=0 when the spot is behind the BH).

The PA of the net (i.e. phase-averaged)

radiation is also rotated!

Page 24: IXO and strong gravity Measuring the black hole spin

Galactic BH binaries in high Galactic BH binaries in high statestate

GRS 1915+105(Done & Gierlinski 2004)

Connors & Stark (1977)

X-ray emission in Galactic BH binaries in soft states is dominated

by disc thermal emission, with T decreasing with radius.

A rotation of the polarization angle A rotation of the polarization angle with energy is therefore expected.with energy is therefore expected.

Page 25: IXO and strong gravity Measuring the black hole spin

We (Dovciak et al. 2008) revisited and refined these calculations (see

also Li et al. 2008, Schnittman & Krolik 2009).

Detectability of the effect with IXO

Strongly dependent on

the spin of the BH !!

(Independent of the black hole

mass

Page 26: IXO and strong gravity Measuring the black hole spin

GR effects: light bending GR effects: light bending model model

Variations of h have been suggested to be the cause of the puzzling temporal behaviour of the iron line in MCG-6-30-15 (Miniutti et al. 2003), where the line flux varies much less than the primary power law flux. This situation is expected in the aborted jet models for the corona (e.g. Ghisellini et al. 2004).

PLC

Fe line

Page 27: IXO and strong gravity Measuring the black hole spin

Polarization of reflected Polarization of reflected radiation radiation

The polarization degree and angle depend on both h and the incl. angle (the latter may be

estimated from the line profile; for

MCG-6-30-15 is about 30 degrees,

Tanaka et al. 1995)

Variation of h with Variation of h with time/flux implies a time/flux implies a time/flux variation time/flux variation of the degree and of the degree and

angle of angle of polarizationpolarization

Dovciak et al. 2004, 2011

Page 28: IXO and strong gravity Measuring the black hole spin

Polarization of reflected Polarization of reflected radiation radiation

The polarization degree and angle depend on both h and the incl. angle (the latter may be

estimated from the line profile; for

MCG-6-30-15 is about 30 degrees,

Tanaka et al. 1995)

Variation of h with Variation of h with time/flux implies a time/flux implies a time/flux variation time/flux variation of the degree and of the degree and

angle of angle of polarizationpolarization

Dovciak et al. 2004, 2011

Page 29: IXO and strong gravity Measuring the black hole spin

SummarySummary

Thanks to the combination of large collecting area and of spectroscopic, timing and polarimetric capabilities,

IXOIXO will be able to measure the spin of the black hole in both GBHS and AGN in several different,

independent ways.


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